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On involute and evolute of the curve and curve-surface pair in Euclidean 3-space

机译:欧氏3空间中曲线和曲面对的渐开线和渐开线

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In this paper, the involute and evolute of the curve is studied in type of the curve-surface pair at first time. In additional whenβ is considered evolute and involute of the curve, involute and evolute curve-surface pairs (called as strip) and strip of the curveis shown as(α,M) are given with depending on the constant angleφthat is between in η and n in Euclidean 3-Space E~3.
机译:本文首次以曲线-曲面对的类型研究了曲线的渐开线和渐开线。另外,当考虑β的渐开线和渐开线时,渐开线和渐开线曲面对(称为条带)和曲线的条带显示为(α,M),取决于在η和n之间的恒定角度φ在欧几里得三空间E〜3中

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